Would it be embarrassing to say that I was attempting to use f(x+h)-f(x)/h as a reference to solve this problem? When it was just quotient rule all along? Oops.
It comes from x * x/sqrt(x^2 + 1) after multiplying the numerator and denominator by sqrt(x^2 + 1). Think of the first factor of x as x/1 and then multiply and cancel common factors.
when khan academy, NancyPi and the chemsitry tutor couldnt save me, blacktshirt came for the rescue
This is the best video I’ve seen on this topic. Thank you for explaining clearly.
Very understandable thank you so much teacher!!
Amazing Video! Very clear, I've been stressing about my exam and this made things very clear! You deserve much more subscribers than you have.
Thanks! Good luck on your exam 💪🏻
Thank you, this is was easier to understand compared to the other examples I was trying to learn from.
Thank you! It is finally clear now
THANK YOU SO MUCH!!!! TEACHER DIDNT EXPLAIN THIS AND MATHWAY WAS NO HELP EITHER!
How did you start off by leaving the denominator as (x^2+1) when it was (x^2+1)^2? how did you get rid of the square? at point 6:48 ? thank you!
raising to power of 2 cancels the square root
Thanks a lot for explaining it so clearly and finding such an encompassing example! hopefully more people will discover your channel ! :)
appreciate ur work, keep it up!.
tysm i was about to kms over this
bout to watch, if it doesnt help me, im doin it.
thank u very much sir i learned a lot
I’m glad that it helped
Thank you sooooo much ❤
Would it be embarrassing to say that I was attempting to use f(x+h)-f(x)/h as a reference to solve this problem? When it was just quotient rule all along? Oops.
Same😭
Im confused how you got the minus x^2 in the numerator
It comes from x * x/sqrt(x^2 + 1) after multiplying the numerator and denominator by sqrt(x^2 + 1). Think of the first factor of x as x/1 and then multiply and cancel common factors.
AMAZING THANK YOU
if I could I would like this video 10 000 times🙌👍
Thank uuuu❤
Lifesaver
I don't understand how you got 2x
Derivative of x²+1 is 2x because u cancel the constant +1 and you bring down the squared exponent then -1 the exponent
learn power rule and then come back to this video
I want you as my teacher lol
Awesomeness
I don't understand how you got 2x
2x was the derivative of the inner part of the parenthesis.
learn power rule and then come back to this video
I don't understand how you got 2x
It’s from using the Chain Rule to differentiate x^2